Menger乘积空间及几种概率度量空间的可度量性

PROBABILISTIC PRODUCT SPACES AND METRIZATIONS OF SOME PROBABILISTIC METRIC SPACES

本文首先讨论Menger概率乘积空间内点集的性质,其次计论几种概率度量空间的拓扑可度量性。以及非阿基米德Menger度量空间的广义度量。

Our aims in this paper are as follows: (1) To study some properties of sets in probabilistic product spaces; (2) To study the metrization of topologies for some probabilistic metric space; (3) To study the generatized metric for Non—Archimedean Menger space.